Sign Up for Updates

Yu-Gi-Oh! Cruises Into New Skateboard Deal with Bear Walker Industries image

Yu-Gi-Oh! Cruises Into New Skateboard Deal with Bear Walker Industries

Limited-Edition Product Drop Planned for Highly Sought After Collectible Skateboards

New York, NY —  Yu-Gi-Oh is morphing into skateboarding culture  under ato a new agreement with Bear Walker Industries (BWI) and its founder Bear Walker.

Bear Walker Industries plans to create a range of limited-edition, high end collectible artistic wooden skate decks and skate accoutrements based on Yu-Gi-Oh!  With a passion for art, woodworking and boarding, each Bear Walker skateboard is handcrafted, carved and made with care: each with maple plywood so that every customer looks forward to becoming a proud owner of a highly-valued product that is destined to become a collector’s item.

Ushering in a new era of skateboards and cruisers, the team at BWI meticulously spends months developing and manufacturing the handcrafted skateboards and accessories.  Given the attention to detail, Bear Walker generally releases only a handful of collections each year in quantities of 500 or less. The Yu-Gi-Oh! skateboards are expected to be unveiled in time for late Summer 2024.

Yu-Gi-Oh! fans are in for the ride of their life,” said Jennifer Coleman, VP Marketing and Licensing at Konami Cross Media.  “Thanks to the talents of Bear and BWI creative team, the new Yu-Gi-Oh! skateboards will be functional, beautiful and high quality, turning skateboarding into a rideable art on wheels.”

“I want getting a piece of this collection to feel like you pulled an Exodia card.  Something that will be cherished and coveted,” Bear Walker said . “A lot of work is going into this collection, and we’ll be unveiling some new styles that we’ve never done before, and I have a few surprises that I think Yu-Gi-Oh! fans will really appreciate.

become a member today

learn more

  • Copyright © 2024 Licensing International
  • Translation provided by Google Translate, please pardon any shortcomings

    int(219)